Hi Tony,

Thanks for your note on Neville Shute and the engineering principle that you 
cannot push a rope (or chain). I have read and reread all of Neville Shute's 
books, the most famous being "On the Beach". My favourite is "No Highway" about 
a boffin studying metal fatigue in aircraft. His actions causing a hard 
grounding of the plane was based on based his esoteric research. This book was 
written around the time of the Comet crashes due to metal fatigue and the 
stress risers in the corners of the square windows in the Comet. At the NASS 
conference in Portland ME, we were described in the media as "boffins". I took 
no offence but recognized it as an apt description recognizing that our arcane 
abstruse interest sometimes leaves people bemused.

Regards, Roger Bailey 

From: [email protected] 
Sent: Friday, September 09, 2016 1:58 AM
To: [email protected] ; Sundial List 
Subject: Re: Using linkages to draw curves on sundials


Hi John,

This query immediately brought to mind an interesting aside from the 
autobiography of Neville Norman, who wrote novels under the pen-name of Neville 
Shute, as he did not wish to trivialize his main profession as an aeronautical 
engineer.  Working in the team of Dr. Barnes Wallis designing the airship R100, 
(the successful commercial opponent of the fatal government-controlled R101), 
he was given the job of stressing its 16-sided lightweight polyagonal frames, 
held rigid by wires.  

Working in pairs, to avoid careless inputs to their mechanical calculators, 
they would take many weeks to assess the stress pattern of each assembly of 
girders and wires based on an initial assumption.  When, after much tedious 
labour, they found that one of the wires based on their first proposal was 'in 
compression' (have you ever tried pushing a chain?) he said "We would moisten 
our lips and begin all over again".  Electronic computers would have achieved 
the ultimate solution to this problem in microseconds both almost within my 
lifetime.

http://www.century-of-flight.net/Aviation%20history/coming%20of%20age/R101%20disaster.htm


  ----Original Message----
  From: [email protected]
  Date: 07/09/2016 0:14 
  To: "Sundial List"<[email protected]>
  Subj: Using linkages to draw curves on sundials

  Good morning,

  While researching mechanisms of wire strainers used to tighten wires in 
  fences, and trying to find the theoretical mechanical advantages of the
  different mechanisms, the first thing I learned was that "linkages" are the 
  key to many of them. There's a whole branch of mechanics devoted to the
  theory of these things which involve a zillion combinations of pivots and 
  links to achieve various purposes, usually to transmit motion in a specific
  manner.

  The best explanation I found was Slocum, A. (2008). Fundamentals of design. 
  Topic 4. Linkages
  
(http://web.mit.edu/2.75/fundamentals/FUNdaMENTALs%20Book%20pdf/FUNdaMENTALs%20Topic%204.PDF).
 
  3.3 MB

  But my curiosity lead me further, to a more mathematical treatment. 
  Unfortunately and for unknown reasons, the Jefferson Lab Library has removed 
  the title page.
  Bizarre! I contacted the library and they gave me the full title etc.

  Svoboda, A. (1948). Computing mechanisms and linkages. MIT Radiation 
  Laboratory Series, Volume 27. New York, McGraw-Hill.
  (https://www.jlab.org/ir/MITSeries/V27.PDF) (CAREFUL: 40.8 MB)

  Among other things, this book shows how you can use mechanical linkages of 
  various forms to draw the curves of mathematical functions. And seeing that
  the curves on sundials are all defined by equations, I was wondering if 
  anyone knows of any attempts to make a mechanical device of links and pivots
  specifically for generating sundial equations, and thus drawing sundials? It 
  seems to be a feasible but complicated way of doing it, with some serious
  mathematics behind the linkages.

  I don't include sundial rulers in this, as they are not physically linked 
  and pivotted. Similarly, I don't include CNC machining as this involves 
  moving the tool / work using a pre-programmed series of x, y and z 
  coordinates. And of course, 3-D printing is out.

  (And I still haven't figured out what sort of linkages are used in the wire 
  strainers I'm studying!)

  Cheers, John

  John Pickard
  [email protected] 

  ---------------------------------------------------
  https://lists.uni-koeln.de/mailman/listinfo/sundial



---------------------------------------------------
https://lists.uni-koeln.de/mailman/listinfo/sundial

Reply via email to